Finding radius and interval of convergence of a Taylor series
May 26, 2019 · Learn More. Step-by-step solution for finding the radius and interval of convergence. Example. Using the chart below, find the third-degree Taylor series about a = 3 a=3 a = 3 for f ( x) = ln ( 2 x) f (x)=\ln (2x) f ( x) = ln ( 2 x). Then find the power series representation of the Taylor series, and the radius and interval of convergence.
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